'Finding limits' presentation slideshows

Limits and Their Properties

1. Limits and Their Properties. 1.3. Evaluating Limits Analytically. Properties of Limits. Properties of Limits. The limit of f ( x ) as x approaches c does not depend on the value of f at x = c . However, the limit could be precisely f ( c ).

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Section 2.4

Section 2.4. One-Sided Limits and Limits at Infinity ???????? ?????? ?????? ????????? ??? ?? ?? ?????. ???? ????. ??????????. A QUICK METHOD FOR FINDING LIMITS OF RATIONAL FUNCTIONS AS X?+? OR X?-?.

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Bell Ringer

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AP CALCULUS

1001 - Limits 1: Local Behavior. AP CALCULUS. You have 5 minutes to read a paragraph out of the provided magazine and write a thesis statement regarding what you read. Activity: Teacher-Directed Instruction. Objectives(SWBAT):

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AP CALCULUS

1001 - Limits 1: Local Behavior. AP CALCULUS. You have 5 minutes to read a paragraph out of the provided magazine and write a thesis statement regarding what you read. Activity: Teacher-Directed Instruction. Objectives(SWBAT):

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1.3 Evaluating Limits Analytically

1.3 Evaluating Limits Analytically. Objectives. Evaluate a limit using properties of limits. Develop and use a strategy for finding limits. Evaluate a limit using dividing out and rationalizing techniques. Basic Limits. Sometimes you can directly substitute. Examples. Properties of Limits.

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1.3 Evaluating Limits Analytically

1.3 Evaluating Limits Analytically. Objectives: -Students will evaluate a limit using properties of limits -Students will develop and use a strategy for finding limits -Students will evaluate a limit using dividing out and rationalizing techniques

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Finding Limits Using Tables and Graphs

Finding Limits Using Tables and Graphs. Sections 11.1. Objectives. Find limits using tables. Find limits using graphs. Find one-sided limits and use them to determine if a limit exists. . Vocabulary. limit limit notation one-sided limits calculus . Construct a table to find.

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Section 2.2 Finding Limits Graphically and Numerically

Section 2.2 Finding Limits Graphically and Numerically. Exploring . Compare the following 2 functions a) Find g (1), g (2) and g (3) b) Find f (1), f (2) and f (3). Exploring. f(2) = undefined , but g(2) = 4 What happens to these 2 functions when x is very close to 2?

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Finding Limits Using Tables and Graphs

Finding Limits Using Tables and Graphs. Sections 11.1. Objectives. Find limits using tables. Find limits using graphs. Find one-sided limits and use them to determine if a limit exists. Vocabulary. limit limit notation one-sided limits calculus. Construct a table to find.

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Evaluating Limits Numerically & Intro into Algebraic

Evaluating Limits Numerically & Intro into Algebraic. TS: Explicitly assessing information and drawing conclusions Objective: To be able to evaluate a limit graphically and analytically. General Limit.

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Section 1.2

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Section 4.5 Limits at Infinity

Section 4.5 Limits at Infinity. As x approaches infinity. f(x) ? ? as x gets larger and larger f(x) ? ? as x gets larger and larger in the negative direction. f ( x ). ?. Fun Fact : A student, who is an excellent pattern-observer, was asked to find the following limit. He quickly answered.

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Section 2.3 Evaluating Limits Algebraically

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Finding Limits A Graphical & Numerical Approach

Finding Limits A Graphical & Numerical Approach. AP Calculus August 29, 2016 Mrs. Agnew. Essential Question How do you find the limit of a function graphically and numerically? Essential Vocabulary Limit One-Sided Limit. An Introduction to Limits.

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Limits at infinity

Limits at infinity. Horizontal Asymptotes. End Behavior. Limits at infinity. Graphically Numerically Analytically. Horizontal Asymptotes. Definition The line y = L is a horizontal asymptote of the graph of f if. Limits at Infinity.

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Sec 5: Vertical Asymptotes & the Intermediate Value Theorem

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Sec 5: Vertical Asymptotes & the Intermediate Value Theorem

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Evaluating Limits Analytically

Evaluating Limits Analytically. WarmUp : Evaluate the following limits a) b). Objective: Be able to find limits using techniques other than graphing. Finding limits of difference quotients. Finding Limits of Step Functions. Find the limit of the below Signum Function.

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